Mechanics of Fluids
Course Outline
Section 1001 –2:00-2:50 PM
Handouts
Historical
and
Introductory Concepts
Brief history of
f
luid
m
echanics
Disciplines
and
subdisciplines associated with fluid mechanics
Particular engineering interests
Ideal problem solving strategies
Examples on
using the control volume approach
Course notebook
Course logbook
Related video titles
Expanding websites
Flow visualization techniques
Flow classfication
Contributors
Archimedes
(c.287 BC-c. 212 BC)
Galileo Galilei
(1564-1642)
René Descartes
(1596-1650)
Evangelista Torricelli
(1608-1647)
Blaise Pascal
(1623- 1662)
Brook Taylor
(1685-1731)
George Hadley
(1685-1768)
Henri Pitot
(1695-1771)
Daniel Bernoulli
(1700-1782)
Ján Andrej Segner
(1704-1777)
Leonhard Euler
(1707–1783)
(
see also
)
Jean le Rond d'Alembert
(1717–1783)
Joseph Louis Lagrange
(1736–1813)
Giovanni Venturi
(1746-1822)
Pierre-Simon Laplace
(1749-1827)
Gaspard de Prony
(1755-1839)
George Cayley
(1773-1857)
Claude-Louis Navier
(1785-1836)
Jean-Victor Poncelet
(1788-1867)
Isaac Newton
(1792-1727)
(
see also
)
Gaspard-Gustave Coriolis
(1792-1843)
Gotthilf Hagen
(1797-1884)
Jean Louis Marie Poiseuille
(1799-1869)
Heinrich Magnus
(1802-1870)
Benoît Fourneron
(1802-1867)
Henry Darcy
(1803-1858)
Uriah Boyden
(1804-1879)
Julius Weisbach
(1806-1871)
William Froude
(1810-1879)
James Francis
(1815-1892)
Robert Manning
(1816-1897)
C.H.D. Buys Ballot
(1817-1890)
William Ferrel
(1817-1891)
George Stokes
(1819-1903)
Hermann Ludwig Ferdinand von Helmholtz
(1821–1894)
William Thompson, 1st Baron Kelvin
(1824-1907)
Lester Pelton
(1829-1908)
Osbourne Reynolds
(1842-1912)
Nikolai Zhukovsky
(1847-1921)
Martin Kutta
(1867-1944)
Paul Blasius
(1873-1970)
Viktor Kaplan
(1876-1934)
G. I. Taylor
(1886-1975)
Lewis Richardson
(1881-1953)
Harald Sverdrup
(1888-1957)
Carl-Gustav Rossby
(1898-1957)
George Batchelor
(1920-2000)
John Ockendon
(c. 1941-present)
Blaise Pascal
and
René Descartes
Other contributors
Related Terms
Useful Summaries
Basic terms
Hydrostatic
r
elations,
c
entroids, and
a
rea
m
oments of
i
nertia
Centroids for several common shapes
Centroids for 4 shapes
Properties of common fluids
Properties of water and air
Extended Moody chart
Moody chart
Some loss coefficients
Navier-Stokes Equations
Cartesian coordinates
(Summary)
Cartesian coordinates (2D)
Cartesian coordinates (3D)
Cylindrical coordinates
(Summary)
Cylindrical coordinates (2D)
Cylindrical coordinates (3D)
Pipe Flow Problem Solving Strategies
Classical
Advanced
TI computer programs
Dimensional Analysis
Procedure and parameters
Homework Assignments
1.
Kinematics
2
.
Hydrostatics
3
.
Streamline Analysis
4
.
Integral Analysi
s
5
.
Differential Analysis
6
.
Pipe Flow Analysis
7
.
Dimensional Analysis